Question

В один ларёк привезли 25 ящиков с фруктами а в другой - 20 таких же ящиков.Сколько килограммов фруктов привезли в оба ларька если в первом часу фруктов на 60 кг больше чем во втором

Answer 1

1 ларек-25 ящ
2 ларек-20 ящ
т.к. в первом на 60 кг больше,следовательно
25-20=5
60 кг=5 ящ
1 ящ=12 кг
в 1 ларьке=25*12=300(кг)фруктов
во 2 ларьке=20*12=240(кг)фруктов

Answer 2

Решение
1)25-20=5(я)-весят 60 кг
2)60:5=12(кг)-весит 1 ящик
3)20х12=240(кг)-во 2 ларёк
4)25х12=300(кг)-в 1 ларёк
Ответ:в 1-й ларёк привезли 300 кг фруктов;во второй ларёк привезли 240 кг фруктов.

Answer 3

Problem Analysis

We are given that one kiosk received 25 boxes of fruits, while another kiosk received 20 boxes of the same fruits. We need to determine the total weight of the fruits in both kiosks, given that the first kiosk has 60 kg more fruits than the second kiosk.

Solution

Let's assume the weight of fruits in the second kiosk is x kg. Then, the weight of fruits in the first kiosk would be x + 60 kg.

Since we know that the first kiosk received 25 boxes and the second kiosk received 20 boxes, we can assume that each box contains the same weight of fruits.

Let's assume the weight of fruits in each box is y kg. Therefore, the total weight of fruits in the first kiosk would be 25y kg, and the total weight of fruits in the second kiosk would be 20y kg.

According to the given information, the weight of fruits in the first kiosk is 60 kg more than the weight of fruits in the second kiosk. So, we can write the equation:

25y = 20y + 60

Simplifying the equation, we get:

5y = 60

Dividing both sides of the equation by 5, we find:

y = 12

Therefore, each box contains 12 kg of fruits.

To find the total weight of fruits in both kiosks, we can substitute the value of y into the equations:

Total weight in the first kiosk = 25y = 25 * 12 = 300 kg

Total weight in the second kiosk = 20y = 20 * 12 = 240 kg

Hence, the total weight of fruits in both kiosks is 300 kg + 240 kg = 540 kg.

Answer

The total weight of fruits brought to both kiosks is 540 kg.

Explanation

We can calculate the total weight of fruits in both kiosks by following these steps:

1. Assume the weight of fruits in the second kiosk is x kg. 2. The weight of fruits in the first kiosk would be x + 60 kg. 3. Assume the weight of fruits in each box is y kg. 4. The total weight of fruits in the first kiosk would be 25y kg. 5. The total weight of fruits in the second kiosk would be 20y kg. 6. Set up the equation 25y = 20y + 60 to represent the given information. 7. Solve the equation to find y = 12. 8. Substitute the value of y into the equations to find the total weight in each kiosk: 25y = 300 kg for the first kiosk and 20y = 240 kg for the second kiosk. 9. Add the total weights of both kiosks: 300 kg + 240 kg = 540 kg.

Therefore, the total weight of fruits brought to both kiosks is 540 kg.